`sin^(-1)(sin.(7pi)/6)` is

Evaluate the following inverse trigonometric expression: sin^(-1)("sin"(7pi)/6)

The principal values of cos^(-1)(-sin(7pi)/(6)) is

Evaluate each of the following: sin^(-1)((sin pi)/(6)) (ii) sin^(-1)((sin(7 pi))/(6))( iii) sin^(-1)((sin(5 pi))/(6))

Find the value of : (1) sin^(-1)(sin.(5pi)/(6)) (2) cos^(-1)(cos.(13pi)/(6)) (3) tan^(-1)(tan.(7pi)/(6))

(cos^(-1)(sin((7 pi)/6))

Find the value of: i) sin ^(-1)(sin (3pi)/5) , ii) cos^(-1)(cos(13pi)/6) , iii) tan^(-1)(tan (7pi)/6) .

Find the value of: i) sin^(-1)(sin (2pi)/3)) , ii) cos^(-1)(cos(7pi)/6) , iii) tan^(-1)(tan(3pi)/4)

If K=sin^(-1)(sin16) then sin^(-1)(sin(K-5 pi+23)) is equal to "],[7-2 pi],[2 pi-7],[3 pi-9],[9-3 pi]

(a) Find the principal value of sin^(-1)(sin((7 pi)/(4)))